Title of article :
The 3-GDDs of type g³u²
Author/Authors :
colbourn, charles j. arizona state university - school of cidse, USA , keranen, melissa s. michigan technological university - department of mathematical sciences, usa , kreher, donald l. michigan technological university - department of mathematical sciences, usa
From page :
135
To page :
144
Abstract :
A 3-gdd of type g³u² exists if and only if g and u have the same parity, 3 divides u and u ≤ 3g. Such a 3-gdd of type g³u² is equivalent to an edge decomposition of Kg;g;g;u;u into triangles.
Keywords :
Group divisible designs , Partial triple systems , Graph decomposition
Journal title :
Journal Of Algebra Combinatorics Discrete Structures an‎d Applications
Journal title :
Journal Of Algebra Combinatorics Discrete Structures an‎d Applications
Record number :
2650155
Link To Document :
https://search.isc.ac/dl/search/defaultta.aspx?DTC=10&DC=2650155
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